Frasser C.E.

TOWARD GENERAL CLASSIFICATIONS OF K-GEODETIC GRAPHS: STRUCTURAL FOUNDATIONS, ALGORITHMIC CHALLENGES, AND EMERGING RESEARCH DIRECTIONS

The general classifications of k-geodetic graphs, for each of their families , remain notoriously difficult open problems in discrete mathematics. A k-geodetic graph G is a connected one in which every pair of vertices is joined by at most k shortest paths, where G is geodetic if...